How does Grade 12 Pre-Calculus B 120 differ from Grade 11 math courses?

Pre-Calculus B 120 introduces more advanced topics like limits and derivatives, building on Grade 11 concepts with a focus on preparing students for university-level mathematics.

What support is available for students struggling with Pre-Calculus B 120?

Students can access online tutoring, video lessons, practice problems, and after-school help sessions. Many schools also offer peer tutoring programs for additional support.

How challenging is Pre-Calculus B 120 compared to other Grade 12 math courses?

Pre-Calculus B 120 is considered one of the more challenging math courses, designed for students planning to pursue STEM fields in university. It requires strong algebraic skills and abstract thinking.

What are the main assessment methods used in Pre-Calculus B 120?

Assessment typically includes regular homework assignments, unit tests, quizzes, a midterm exam, and a comprehensive final exam. Some schools may also incorporate project-based assessments.

How does Pre-Calculus B 120 prepare students for university mathematics?

This course introduces fundamental calculus concepts and strengthens algebraic skills, providing a solid foundation for first-year university calculus and other advanced math courses.

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Grade 12 Math Courses - New Brunswick Curriculum

Discover New Brunswick's Grade 12 Pre-Calculus B 120 courses. Advance your mathematical skills with quadratic functions, sequences, and an introduction to calculus, preparing you for post-secondary success.

New Brunswick Grade 12 Math Curriculum - Pre-Calculus B 120Help

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Curriculum Outcome - Elaborations

StudyPug Topic

NB.SCO.PCB120.RF1

Demonstrate an understanding of the characteristics of quadratic functions: Analyze characteristics of quadratic functions including domain, range, vertex, axis of symmetry, and intercepts

NB.SCO.PCB120.RF2

Solve problems that involve quadratic equations: Apply factoring, graphing, and quadratic formula methods to solve quadratic equations

NB.SCO.PCB120.RF3

Analyze arithmetic and geometric sequences and series to solve problems: Determine terms, sums, and applications of arithmetic and geometric sequences and series

NB.SCO.PCB120.RF4

Demonstrate an understanding of reciprocal functions: Graph and analyze reciprocal functions including domain, range, and asymptotes

NB.SCO.PCB120.RF5

Demonstrate an understanding of rational expressions and equations: Simplify rational expressions and solve rational equations

NB.SCO.PCB120.RF6

Demonstrate an understanding of absolute value functions: Graph and solve absolute value functions and equations

NB.SCO.PCB120.RF7

Analyze quadratic inequalities in one variable: Solve and graph quadratic inequalities in one variable

NB.SCO.PCB120.RF8

Solve systems of linear-quadratic and quadratic-quadratic equations graphically and algebraically: Apply graphing and algebraic methods to solve systems of equations

NB.SCO.PCB120.PCB1

Apply the fundamental counting principle to solve problems: Use the fundamental counting principle in various problem-solving contexts

NB.SCO.PCB120.PCB2

Determine the number of permutations of n elements taken r at a time: Calculate and apply permutations in problem-solving situations

NB.SCO.PCB120.PCB3

Determine the number of combinations of n elements taken r at a time: Calculate and apply combinations in problem-solving situations

NB.SCO.PCB120.PCB4

Expand powers of a binomial using the binomial theorem: Apply the binomial theorem to expand and find specific terms in binomial expressions

NB.SCO.PCB120.L1

Demonstrate an understanding of limits and limit notation: Evaluate limits using graphs, tables, and algebraic methods

NB.SCO.PCB120.L2

Evaluate limits of functions and recognize continuity: Determine limits at a point, one-sided limits, and limits at infinity

NB.SCO.PCB120.L3

Determine limits of trigonometric functions: Evaluate limits involving trigonometric functions and identities

NB.SCO.PCB120.L4

Apply limits to define and understand derivatives: Use limit definition to find derivatives of functions